General Math Calculators
Distance Calculator
Distance Calculator calculate 2D coordinate distance, 3D coordinate distance, or great-circle distance between latitude-longitude points.
General Math Calculators
Distance Calculator
Calculate 2D coordinate distance, 3D coordinate distance, or great-circle distance between latitude-longitude points.
Formula
2D distance = sqrt((x2-x1)^2+(y2-y1)^2); 3D adds (z2-z1)^2. Geographic distance uses the haversine central angle with mean Earth radius 6,371.0088 km.
About the Distance Calculator
Calculate 2D coordinate distance, 3D coordinate distance, or great-circle distance between latitude-longitude points. General math calculators apply the named arithmetic, algebraic, combinatorial, percentage, or summary equation to the entered values.
How the Distance Calculator Works
2D distance = sqrt((x2-x1)^2+(y2-y1)^2); 3D adds (z2-z1)^2. Geographic distance uses the haversine central angle with mean Earth radius 6,371.0088 km.
The calculation runs in your browser. Submitted values are validated for the required numeric range, data shape, units, and method-specific restrictions before a result is shown.
Required Inputs
- Distance type (required) Options: 2D coordinates, 3D coordinates, Latitude/longitude great-circle distance
- Point 1: x or latitude (required)
- Point 1: y or longitude (required)
- Point 1: z (optional)
- Point 2: x or latitude (required)
- Point 2: y or longitude (required)
- Point 2: z (optional)
- Earth distance unit (required) Options: Kilometers, Miles, Nautical miles
Results Reported
The result panel shows the final answer together with the intermediate quantities needed to audit the calculation. Depending on this method, reported values include:
modedelta_xdelta_ydelta_zcoordinate_distancecentral_angle_radiansgreat_circle_kilometersgreat_circle_milesgreat_circle_nautical_miles
Distance Calculator Example
Use the example data button, calculate, then review the result table, formula, and worked solution before using the answer.
| Input | Example value |
|---|---|
| Distance type | coordinate_2d |
| Point 1: x or latitude | 1 |
| Point 1: y or longitude | 1 |
| Point 1: z | 0 |
| Point 2: x or latitude | 4 |
| Point 2: y or longitude | 5 |
| Point 2: z | 0 |
| Earth distance unit | kilometer |
How to Use the Calculator
- Confirm that the calculator title and method match the quantity, test, conversion, or planning question you need to solve.
- Enter values with compatible units and the requested sample, group, matrix, count, date, or option format.
- Select Example Data to inspect a valid input layout, or enter your own values and select Calculate.
- Review the result table, formula, worked substitutions, warnings, and interpretation rather than using only the headline number.
- Use Copy Result or Download CSV when you need a reusable record of the displayed calculation.
Understanding the Result
Check domain restrictions, units, sign conventions, rounding, and whether the result should be interpreted as an exact value or an approximation.
Keep the entered values, units, selected options, and any warning shown beside the result. For a hypothesis test, report the statistic, degrees of freedom where applicable, p-value, alpha level, effect size, and decision. For an estimate or conversion, report the formula convention and final unit.
Accuracy and Limitations
The calculator keeps full browser precision during calculation and rounds only for display. Accuracy still depends on correct inputs and on whether the displayed model represents the real problem. Educational calculators cannot replace required professional review, current official rules, field measurements, laboratory methods, or specialist statistical software where those are necessary.
Frequently Asked Questions
What does the Distance Calculator calculate?
Calculate 2D coordinate distance, 3D coordinate distance, or great-circle distance between latitude-longitude points.
Which formula does the Distance Calculator use?
2D distance = sqrt((x2-x1)^2+(y2-y1)^2); 3D adds (z2-z1)^2. Geographic distance uses the haversine central angle with mean Earth radius 6,371.0088 km.
Is this a separate calculator?
Yes. This page has its own public URL, inputs, formula notes, browser function, fixture, and worked solution.
What should I verify before using the answer?
Check the entered values, units, selected options, formula convention, warnings, and result interpretation shown on this calculator page.